A 15-meter long beam-tank assembly supports the loading shown in addition to its weight, which is a uniform distributed load of 800 N per meter. The beam has integrated into it a cylindrical tank, and the cross-section details for the beam-tank assembly are shown on the next page. The tank has an outer diameter of 166 mm and an inner diameter of 152 mm. The substance inside the tank has a gage pressure of 320 kPa. The pin in the pin-connection is located 60 mm up from the bottom of the beam. Determine the internal forces (V, N, & M) at the centroid of a section taken 8 m TO THE RIGHT OF THE LEFT END OF THE BEAM (4 m to the right of point A). 40 KN 4 m A 8 m (a) What is the hoop stress at point "D"? B 3 m 12 13 78 KN Using the cross section shown on the next page, on section d-d that is 8 meters to the right of the left end of the beam (4 meters to the right of point "A"),

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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Only parts a,b,c, and d. Please and thank you!!

A 15-meter long beam-tank assembly supports the loading shown in addition to its weight, which is a
uniform distributed load of 800 N per meter. The beam has integrated into it a cylindrical tank, and the
cross-section details for the beam-tank assembly are shown on the next page.
The tank has an outer diameter of 166 mm and an inner diameter of 152 mm.
The substance inside the tank has a gage pressure of 320 kPa.
The pin in the pin-connection is located 60 mm up from the bottom of the beam.
Determine the internal forces (V, N, & M) at the centroid of a section taken 8 m TO THE RIGHT OF THE LEFT
END OF THE BEAM (4 m to the right of point A).
40 KN
4 m
A
8 m
B
3 m
12
78 KN
Using the cross section shown on the next page, on section d-d that is 8 meters to the right of the left end of the
beam meters to the right of point "A"),
(a) What is the hoop stress at point "D"?
(b)
The ends of the tank are closed; what is the longitudinal stress at point "D"
(c)
Determine the stress state at point "D" that is located on the outer edge of the tank (shown below).
(sigmax, sigmay, tauxy)
(d) Draw this stress state on a volume element.
Transcribed Image Text:A 15-meter long beam-tank assembly supports the loading shown in addition to its weight, which is a uniform distributed load of 800 N per meter. The beam has integrated into it a cylindrical tank, and the cross-section details for the beam-tank assembly are shown on the next page. The tank has an outer diameter of 166 mm and an inner diameter of 152 mm. The substance inside the tank has a gage pressure of 320 kPa. The pin in the pin-connection is located 60 mm up from the bottom of the beam. Determine the internal forces (V, N, & M) at the centroid of a section taken 8 m TO THE RIGHT OF THE LEFT END OF THE BEAM (4 m to the right of point A). 40 KN 4 m A 8 m B 3 m 12 78 KN Using the cross section shown on the next page, on section d-d that is 8 meters to the right of the left end of the beam meters to the right of point "A"), (a) What is the hoop stress at point "D"? (b) The ends of the tank are closed; what is the longitudinal stress at point "D" (c) Determine the stress state at point "D" that is located on the outer edge of the tank (shown below). (sigmax, sigmay, tauxy) (d) Draw this stress state on a volume element.
40 mm
240 mm
20 mm
20
mm
- 200 mm
150 mm
D
Transcribed Image Text:40 mm 240 mm 20 mm 20 mm - 200 mm 150 mm D
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